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In the figure below, if segment BE is the perpendicular bisector of segment AD, what is the value of x?
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Answers are 2,3,4, or 5
@Michele_Laino @Compassionate @jigglypuff314
I can help too if your ok with that
Absolutley!
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I think it is 3 is that correct? @Smartanne
Yes thats what I got
Awesome thank you ANSWER IS 3
You welcome....fan me I'm on (at least) twice a day
I don't believe that answer is correct. Could you show your work?
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hint: the segment \(BE\) lies on the axis of the segment AD, so the distances of point B from A and D respectively, have to be equals each other. Therefore we can write this equation: \(3x+4=x+12\)
|dw:1452105745812:dw|
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